This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.
%I A226055 #19 Feb 11 2025 14:53:33 %S A226055 1,1,2,3,4,30,6,84,120,180,210,4620,4620,780,360360,360360,240240, %T A226055 92820,12252240,175560,58198140,116396280,360360,753480,2677114440, %U A226055 13385572200,26771144400,40156716600,2677114440,13665960,2329089562800,82990547640,48134517631200 %N A226055 a(n) is the first common term in column n of tables A225630 and A225640, when scanned from the top to bottom. %C A226055 Consider an algorithm which finds a maximum value lcm(p1,p2,...,pk,prevmax) among all partitions {p1+p2+...+pk} of n, where the "seed number" prevmax is such a maximum value from the previous iteration. %C A226055 a(n) gives the first identical value encountered, after repeated iterations, when starting from the initial seed value 1, and when starting from the initial seed value of n. %C A226055 Equivalently, the first common term occurring on the row n of tables A225632 and A225642, when scanning the rows from the left. These are A225638(n)-th and A225639(n)-th terms from the beginning of each row, respectively. %H A226055 <a href="/index/Lc#lcm">Index entries for sequences related to lcm's</a> %F A226055 a(n) = A225630(A225638(n),n) = A225640(A225639(n),n). %e A226055 Row 8 of A225632 is 1, 15, 120, 840; %e A226055 Row 8 of A225642 is 8, 120, 840; %e A226055 Their first common term from the left is 120, thus a(8)=120. %o A226055 (Scheme) %o A226055 (define (A226055 n) (A225630bi n (A225638 n))) %o A226055 (define (A226055 n) (A225640bi n (A225639 n))) ;; Alternative definition. %o A226055 ;; The Scheme-definitions of A225630bi and A225640bi given respectively in A225630 and A225640. %Y A226055 Cf. A225630, A225640, A225638, A225639. %Y A226055 Also, a(n) is the A226056(n)-th rightmost term on the row n in tables A225632 and A225642. %K A226055 nonn %O A226055 0,3 %A A226055 _Antti Karttunen_, May 24 2013